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Example 4 Using an Irrational Number in Real Life WAVES For large ocean waves, the wind speed s (in knots) and the height h (in feet) of the waves are.

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Presentation on theme: "Example 4 Using an Irrational Number in Real Life WAVES For large ocean waves, the wind speed s (in knots) and the height h (in feet) of the waves are."— Presentation transcript:

1 Example 4 Using an Irrational Number in Real Life WAVES For large ocean waves, the wind speed s (in knots) and the height h (in feet) of the waves are related by the model. If the waves are about 9.5 feet tall, what is the wind speed? ( 1 knot is equivalent to about 1.15 miles per hour.) 0.019 h = s h = s SOLUTION Write given model.

2 Example 4 Comparing Real Numbers 0.019 9.5 = Substitute 9.5 for h. = Divide. 500 ≈ Approximate square root. 22.4 ANSWER The wind speed is about 22 knots.

3 Guided Practice In Example 4, suppose the waves grow to about 15 feet tall. What is the wind speed rounded to the nearest knot? for Example 4 ANSWER 28 knots 13.WHAT IF?


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